日本地球惑星科学連合2021年大会

講演情報

[J] ポスター発表

セッション記号 P (宇宙惑星科学) » P-EM 太陽地球系科学・宇宙電磁気学・宇宙環境

[P-EM15] 宇宙プラズマ理論・シミュレーション

2021年6月4日(金) 17:15 〜 18:30 Ch.05

コンビーナ:天野 孝伸(東京大学 地球惑星科学専攻)、三宅 洋平(神戸大学計算科学教育センター)、梅田 隆行(名古屋大学 宇宙地球環境研究所)、中村 匡(福井県立大学)

17:15 〜 18:30

[PEM15-P02] Dependence of Nonlinear Wave Growth of Hiss Emissions on Plasma Simulation Parameters

*LIU YIN1、Yoshiharu Omura1、Mitsuru Hikishima2 (1.Reserach Institute for Sustainable Humanosphere, Kyoto University、2.Instituteof Space and Astronautical Science, Japan Aerospace Exploration Agency, Sagamihara City, Japan)

キーワード:Generation of Plasmaspheric Hiss, Nonlinear wave growth theory, Particle Simulation

A recent electromagnetic particle simulation has successfully generated plasmaspheric hiss-like emissions with fine structures, showing preliminary agreements with nonlinear wave growth theory. In this study, using one-dimensional KEMPO code, we vary key parameters in a series of simulations and check their correspondences with theoretical results, further examining the applicability of nonlinear wave growth theory to the generation of hiss. As the gradient of background magnetic field increases from a homogeneous condition, we find that wave amplitude generated will decrease correspondingly, showing a relatively good match with nonlinear wave growth theory, that is the overlap between optimum and threshold amplitude diminishes and disappears at certain situation. We provide discussions on the value Q which represents depth of electron hole, indicating that its magnitude and symbol may result in obvious differences between simulation and theoretical results. We also vary the hot electron density to various levels. The wave amplitude evidently reduces for a small hot electron density case, which is consistent with the rapidly disappearing overlap between optimum and threshold amplitude in theory. We propose a self-consistent analysis that a low hot electron density leads to a small linear growth rate, thus a small initial wave amplitude. The inhomogeneity factor S which is closely related to wave amplitude may turns to a rather large value, representing the nonexistence of nonlinear process.